I grew up in the age before the Internet. It took me 20 years to find the general function of the Fibonacci Series. You have encapsulated and formalised the concept in a very simple way. It was a great pleasure to watch the video. Thank you.
That rumbling sound when you move is pretty anoying.. but still a superb explaination i had difficulties understanding linear and homogenous terms. the book's explaination is really confusing. thanks dear sir...
Please can you make a video on how to solve non linear recurrence relations? Like those including a sequence squared or with more power and exponentials. Thanks
what if you have something like this (that i actually came up with) a_n=a_(n-1)+(n+1) , its valid for n={1,2....} Its not on the form i want, how solve this?
I was using the process of elimination to solve the system of 2 equations. Multiplying by -2 results in the elimination of B. If I had wanted to eliminate D, I would have multiplied by -3. It does not matter whether we choose to eliminate B or D. The solution will be the same.
The final solution is wrong. When you multiplied by -2 @9:26 you get -2 on the right hand side of the first equation not -14. The correct solution should be B= -13 and D = 14
